Suppose $ d$ is odd, and consider the super vector space $ \mathbb{C}^{d+1|d}$ and its super projectivization $ \mathbb{P}^{d|d}$ . In the case $ d=1$ , a paper of Witten’s, concerning the moduli space of super Riemann surfaces, shows that by considering the distribution on the SRS $ \mathbb{P}^{1|1}$ , as a super skew-symmetric bilinearRead more
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